Euclidean Buildings

Geometry and Group Actions

  • Guy Rousseau

    Université de Lorraine, IECL, Vandœuvre-lès-Nancy, France
Euclidean Buildings cover

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Front matterDownload pp. i–iv
PrefaceDownload pp. v–viii
ContentsDownload pp. ix–x
IntroductionDownload pp. 1–8
1Euclidean apartmentspp. 9–76
2Euclidean buildingspp. 77–138
3Properties at infinitypp. 139–208
4Groups of automorphismspp. 209–254
5Buildings associated to groupspp. 255–325
6Examplespp. 327–451
7Applicationspp. 453–567
ANotationspp. 569–571
Referencespp. 573–583
Notation indexpp. 585–588
Subject indexpp. 589–597